Please go to \hyperlink{specfunc_8finc}{api/specfunc.\+finc} for the A\+P\+I documentation.

Functions for which two identical names would result due to L\+C/\+U\+C aliasing have been assigned new names. The name mappings are given in the following table. The additional letters {\bfseries c} viz {\bfseries s} are used to denote cylindrical and spherical Bessel functions, respectively. \begin{TabularC}{2}
\hline
\rowcolor{lightgray}{\bf C name }&{\bf Fortran name }\\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+J0 &fgsl\+\_\+sf\+\_\+bessel\+\_\+jc0 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+J0\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+jc0\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+J1 &fgsl\+\_\+sf\+\_\+bessel\+\_\+jc1 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+J1\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+jc1\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Jn &fgsl\+\_\+sf\+\_\+bessel\+\_\+jcn \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Jn\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+jcn\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Jn\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+jcn\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Y0 &fgsl\+\_\+sf\+\_\+bessel\+\_\+yc0 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Y0\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+yc0\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Y1 &fgsl\+\_\+sf\+\_\+bessel\+\_\+yc1 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Y1\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+yc1\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Yn &fgsl\+\_\+sf\+\_\+bessel\+\_\+ycn \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Yn\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ycn\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Yn\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+ycn\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I0 &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic0 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I0\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic0\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I1 &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic1 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I1\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic1\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+In &fgsl\+\_\+sf\+\_\+bessel\+\_\+icn \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+In\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+icn\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+In\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+icn\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I0\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic0\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I0\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic0\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I1\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic1\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+I1\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ic1\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+In\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+icn\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+In\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+icn\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+In\+\_\+scaled\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+icn\+\_\+scaled\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K0 &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc0 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K0\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc0\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K1 &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc1 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K1\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc1\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Kn &fgsl\+\_\+sf\+\_\+bessel\+\_\+kcn \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Kn\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+kcn\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Kn\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+kcn\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K0\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc0\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K0\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc0\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K1\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc1\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+K1\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+kc1\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Kn\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+kcn\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Kn\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+kcn\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+\+Kn\+\_\+scaled\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+kcn\+\_\+scaled\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+j0 &fgsl\+\_\+sf\+\_\+bessel\+\_\+js0 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+j0\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+js0\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+j1 &fgsl\+\_\+sf\+\_\+bessel\+\_\+js1 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+j1\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+js1\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+j2 &fgsl\+\_\+sf\+\_\+bessel\+\_\+js2 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+j2\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+js2\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+jl &fgsl\+\_\+sf\+\_\+bessel\+\_\+jsl \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+jl\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+jsl\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+jl\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+jsl\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+jl\+\_\+steed\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+jsl\+\_\+steed\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+y0 &fgsl\+\_\+sf\+\_\+bessel\+\_\+ys0 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+y0\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ys0\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+y1 &fgsl\+\_\+sf\+\_\+bessel\+\_\+ys1 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+y1\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ys1\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+y2 &fgsl\+\_\+sf\+\_\+bessel\+\_\+ys2 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+y2\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ys2\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+yl &fgsl\+\_\+sf\+\_\+bessel\+\_\+ysl \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+yl\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ysl\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+yl\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+ysl\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+i0\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+is0\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+i0\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+is0\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+i1\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+is1\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+i1\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+is1\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+i2\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+is2\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+i2\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+is2\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+il\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+isl\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+il\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+isl\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+il\+\_\+scaled\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+isl\+\_\+scaled\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+k0\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+ks0\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+k0\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ks0\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+k1\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+ks1\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+k1\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ks1\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+k2\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+ks2\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+k2\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ks2\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+kl\+\_\+scaled &fgsl\+\_\+sf\+\_\+bessel\+\_\+ksl\+\_\+scaled \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+kl\+\_\+scaled\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+ksl\+\_\+scaled\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+kl\+\_\+scaled\+\_\+array &fgsl\+\_\+sf\+\_\+bessel\+\_\+ksl\+\_\+scaled\+\_\+array \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+\+J0 &fgsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+jc0 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+\+J0\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+jc0\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+\+J1 &fgsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+jc1 \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+\+J1\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+jc1\+\_\+e \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+\+Jnu &fgsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+jcnu \\\cline{1-2}
gsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+\+Jnu\+\_\+e &fgsl\+\_\+sf\+\_\+bessel\+\_\+zero\+\_\+jcnu\+\_\+e \\\cline{1-2}
\end{TabularC}
